Assumes outdoor air rate 30 m³/h per person (OAF≈20%), outdoor 32°C/60%RH, room 26°C/50%RH, occupants doing moderate work (65 W sensible, 60 W latent each).
Top: stacked bar of loads (occupant sensible/latent, lighting, equipment, OA sensible, OA latent). Bottom: simplified psychrometric chart with the SHF line from the room state toward the coil.
Room cooling loads split into sensible heat (changes temperature) and latent heat (changes humidity). Their ratio SHF is the principal driver of coil design.
Sensible load Q_s. m_a is the air mass flow rate, c_p ≈ 1.006 kJ/(kg·K), ΔT the temperature difference:
$$Q_s = m_a \, c_p \, \Delta T$$Latent load Q_L. Δw is the humidity-ratio difference, h_fg ≈ 2501 kJ/kg is the latent heat of vaporization:
$$Q_L = m_a \, \Delta w \, h_{fg}$$Total load and sensible heat factor:
$$Q_t = Q_s + Q_L, \qquad SHF = \frac{Q_s}{Q_t}$$A high SHF (≈0.8) indicates a dry load and a low SHF (≈0.5) a humid load. The slope of the SHF line on the psychrometric chart sets the coil processing direction.